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[PAST EVENT] CSUMS Lecture/Mathematics Colloquium: Suil O (William & Mary)
November 18, 2011
2pm - 3pm
Abstract: Matching theory is related to existence problems (conditions for a perfect matching), enumeration problems (how many perfect matchings) and optimization problems (finding a maximum-sized matching). A matching is a set of edges that pairwise share no vertices. The matching number of a graph $G$ is the maximum size of a matching in $G$. A graph $G$ is called regular if all vertices in V(G) have the same degree. In this talk, we will study the smallest matching number, and a relationship between eigenvalues and matching number in regular graphs.
This talk should be accessible to undergraduate students.
This talk should be accessible to undergraduate students.